What multiplication equation is represented by this picture? Explain.



5 circles are shown. Each circle is divided into 5 equal parts of which 3 parts are shaded.

1 answer

The picture described represents a multiplication equation that can be understood by analyzing the elements within it.

Explanation:

  • You have 5 circles.
  • Each circle is divided into 5 equal parts. This division indicates that each circle can be thought of as consisting of 5 parts.
  • Out of these 5 parts in each circle, 3 parts are shaded.

To represent this with a multiplication equation:

  • The number of circles (5) can be multiplied by the parts per circle that are shaded (3 out of 5).

Therefore, the equation can be expressed as:

\[ 5 \text{ circles} \times 3 \text{ shaded parts} = 15 \]

Alternatively, if you want to express the total number of parts in each circle, you could also frame it as:

\[ 5 \text{ circles} \times \frac{3}{5} \text{ (shaded of each circle)} \]

This emphasizes how many parts of the shaded sections are represented relative to the total parts across all circles.

Thus, the multiplication equation is:

\[ 5 \times 3 = 15 \]

This indicates that there are a total of 15 shaded parts in the entire image represented by the 5 circles.